The 'young people' they think of are probably older than Wang Hao.

In fact, in recent years, a large number of outstanding young scholars in mathematics and theoretical physics have emerged in China, and they have also contributed a lot of achievements.

This is mainly because of support at the national level.

When a certain aspect of research attracts attention, it will naturally receive support from the national level. The method of support is also very simple, which is to "throw money".

For example, increasing support for basic mathematics research will support many mathematics research projects, and it will become easier to apply for related projects.

For example, increasing talent allocations for pure mathematics and theoretically weak areas will allow more mathematics and physics researchers to engage in basic research work, rather than being forced to turn to other directions.

The number of positions in mathematics and physics research will also increase, and there will be more outstanding mathematics and physics researchers.

While the scholars in the audience were thinking, Wang Hao ended his speech and returned to his seat.

Professor Yu Haibin of Shuimu University is sitting next to Wang Hao. He is in his forties, which is considered very young. At the same time, he also benefited from the country's support for mathematical theoretical research. The project he applied for was approved and he got a five-year-old.

One hundred thousand financial support.

Yu Haibin talked about his research with Wang Hao, "Academician Wang, I have a very excellent student named Liu Qing. We are doing research on the Riemann Hypothesis together."

"Riemann Hypothesis?"

Wang Hao immediately became interested when he heard this, "Is there any progress?"

Yu Haibin smiled proudly and continued, "Our latest results were published in Acta Mathematica Sinica."

He then gave a professional explanation, "We use the method of analytic number theory to study the hyperbolicity of Jensen polynomials..."

"Finally it was proved that this is true for all 'd≥1 and sufficiently large n', and incidentally it was also proved that this is true for 8≥d≥1 and all n≥0..."

Wang Hao listened patiently.

Although he had not done in-depth research on the Riemann Hypothesis, he still understood it after hearing it briefly.

To put it simply, Yu Haibin and his students continued Jensen's analysis in the 1920s and proved a proviso.

This chapter is not finished yet, please click on the next page to continue reading the exciting content! This progress is indeed good.

On the surface, it sounds like progress has reached the level of the twin prime conjecture (Zhang Yitang proved to 'weaken' the twin prime conjecture). In fact, the distance is still a little worse. In addition, a lot of number theory conjectures are stuck at the final level. If you want to

I don’t know how long it will take to truly prove it.

Perhaps it will never be proven.

Perhaps, others will use other methods to prove, instead of slowly 'getting closer to the proof' from one direction.

Of course.

This does not deny the research contribution of Yu Haibin and his students, otherwise it would not have been published in the Journal of Mathematics, which shows that it is recognized by the mathematics community.

Yu Haibin said that he was indeed somewhat proud of his research. He also asked Wang Hao, "Academician Wang, are you doing any research in the direction of annihilation theory?"

Other people around also looked over.

Wang Haodao, "I am studying the most basic mass point problem, hoping to mathematically shape the structure of mass points."

"ah?"

Yu Haibin was invited to attend a conference on annihilation theory, so he naturally knew the theory of annihilation very well.

He could understand what Wang Hao was talking about and immediately asked, "Is there any progress?"

"No big progress."

Wang Hao pursed his lips and shook his head, then said, "But I have found the direction. I think we should use the Riemann Hypothesis and some kind of multidimensional equation as the mathematical carrier of mass point construction."

"This is a good idea."

"really."

Others also commented, "Using the Riemann Hypothesis and certain multidimensional equations as carriers, we can construct and express the mass point."

"It may involve very complicated and unsolvable problems..."

"For Academician Wang, what problem cannot be solved?"

"Right……"

Yu Haibin suddenly asked, "Academician Wang, are you planning to use the Riemann Hypothesis as a carrier? If you can successfully complete the shaping and complete the research mathematically, you must prove the Riemann Hypothesis, right?"

Wang Hao nodded, "I'm not sure whether to prove the Riemann Hypothesis first or to shape the mass point first. I prefer the latter. It can be assumed that the Riemann Hypothesis is correct."

"On this basis, the mass point is shaped. Physical theory does not completely require complete mathematical proof."

"But if this path doesn't work, I might consider studying the Riemann Hypothesis..."

He said it very calmly.

Others were not calm after hearing this. They mentally analyzed the difficulty of quality point research and just discussed it with each other without having any idea.

Now I know.

The premise of this research may be to prove the Riemann Hypothesis?

this……
Chapter completed!